Headings of the journal
"Educational Resources and Technologies"

Educational environmentMethods and technologies of training and educationInformation technologyMathematical cyberneticsMethodological researchManagement in social and economic systemsApplied GeoinformaticsEducation for sustainable developmentAll rubrics

All rubrics

Application of the correlation adaptometry method in the inshurance markets analysis

Page:351-356

Release: 2016-2 (14)

Annotation: This paper presents the method of a correlation adaptometry for identification of pre-crisis and crisis situations in the insurance markets. Applicability of method is investigated based on statistical data of some regional insurance markets of the Russian Federation

Inverse problem for linear pseudoparabolic equation of filtration type

Page:357-363

Release: 2016-2 (14)

Annotation: The paper discusses the inverse problem on determination of an unknown coefficient in the linear pseudoparabolic equations. The results obtained by the author and A. Tani earlier are extended to the case of the equation containing not only the unknown function, but its first derivatives as well. The assumptions on the input data are formulated wherein the local existence and uniqueness of the solution of the problem is proved

Numerical modeling of pendulum waves in a blocky medium

Page:364-369

Release: 2016-2 (14)

Annotation: The computational algorithms for study of propagation of stress waves and strain in layered media, consisting of a large number of deformable blocks with elastic layers are developed. Numerical results demonstrate the features of plane wave propagation in a blocky media

Analysis of the equations of a liquid crystal taking into account moment interaction

Page:369-374

Release: 2016-2 (14)

Annotation: Based on the mathematical model of a liquid crystal in the acoustic approximation, the system of two equations of second-order was obtained for tangential stress and angular velocity. Computational algorithm for numerical solution of boundary-value problems is worked out, implemented as a parallel program in the С language using the CUDA technology

Simulation of the stability of a system by the theory of one-dimensional percolation

Page:374-378

Release: 2016-2 (14)

Annotation: A mathematical model of the system resistance to damage is considered. A new algorithm to determine the stability of damage based on quasi-one-dimensional percolation theory is proposed. The model can be used for interpretation of results in quasi-one-dimensional nanometer systems